Relay-Version: version B 2.10 5/3/83; site utzoo.UUCP Path: utzoo!watmath!clyde!caip!topaz!ll-xn!nike!oliveb!tolerant!mordor!jtk From: jtk@mordor.ARPA (Jordan Kare) Newsgroups: net.misc,net.bio Subject: Re: World population benchmark Message-ID: <11838@mordor.ARPA> Date: Wed, 16-Jul-86 16:10:23 EDT Article-I.D.: mordor.11838 Posted: Wed Jul 16 16:10:23 1986 Date-Received: Fri, 18-Jul-86 02:16:50 EDT References: <3553@hplabsb.UUCP> <599@bcsaic.UUCP> <1262@tektools.UUCP> Reply-To: jtk@mordor.UUCP (Jordan Kare) Distribution: net Organization: S-1 Project, LLNL Lines: 17 Keywords: Billions and billions, population, United Nations Xref: watmath net.misc:9901 net.bio:610 In article <1262@tektools.UUCP> steves@tektools.UUCP (steve shellans) writes: >>>According to the world population watchers at the United Nations, today >>>(7 July) the 5 billionth person will be born. > >As I recall (dimly), [the population curve] >appeared to be an exponential curve except for >a sharp retrenchment at the time of the black death (~1400 ??). The world population is rising faster than exponentially. The "doubling time" is constant for an exponential, and decreasing for population; I believe it is currently around 30 years. The best fit (in simple functions) to the population curve is an inverse function, slightly more complicated than (but very similar to) 1/(t0 - t). Note that this function goes to infinity at t = t0. As I recall, t0 is sometime in the early 2100's.... (frighteningly, no more than 1/2 :-)) Jordin Kare